<?xml version="1.0" encoding="utf-8"?>
<!-- Generator: Adobe Illustrator 13.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 14948)  -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
	 width="128px" height="128px" viewBox="0 0 128 128" enable-background="new 0 0 128 128" xml:space="preserve">
<g>
	<g>
		
			<radialGradient id="SVGID_1_" cx="-224.8789" cy="87.9814" r="60.814" gradientTransform="matrix(1 0 0 -1 289.2754 151.834)" gradientUnits="userSpaceOnUse">
			<stop  offset="0" style="stop-color:#FAFAFA"/>
			<stop  offset="0.3109" style="stop-color:#F4F4F4"/>
			<stop  offset="0.7262" style="stop-color:#E3E3E3"/>
			<stop  offset="1" style="stop-color:#D4D4D4"/>
		</radialGradient>
		<path fill="url(#SVGID_1_)" stroke="#B3B3B3" stroke-width="2" d="M20.18,3.017l88.428,0.006c9.156,0,16.576,7.427,16.576,16.589
			l0.006,88.488c0,9.162-7.422,16.588-16.578,16.588l-88.427-0.004c-9.154,0-16.577-7.428-16.577-16.589L3.604,19.606
			C3.603,10.445,11.027,3.017,20.18,3.017L20.18,3.017z"/>
		<path fill="#B3B3B3" d="M108.639,119.615l-88.563-0.006c-8.37,0-15.276-6.207-16.418-14.271v2.368
			c0,9.161,7.423,16.586,16.577,16.586l88.43,0.006c9.152,0,16.575-7.426,16.575-16.587v-4.706
			C125.235,112.178,117.805,119.615,108.639,119.615z"/>
		<path fill="#FFFFFF" d="M23.161,11.703l82.644,0.004c7.811,0,14.254,5.793,15.317,13.316v-2.208
			c0-8.55-6.925-15.479-15.468-15.479L23.142,7.331c-8.543,0-15.468,6.931-15.468,15.48v4.39
			C7.675,18.643,14.609,11.703,23.161,11.703z"/>
	</g>
	<g>
		<g>
			<g>
				
					<image overflow="visible" opacity="0.75" enable-background="new    " width="271" height="379" xlink:href="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" transform="matrix(0.23 0 0 0.234 38.8979 19.5181)">
				</image>
				
					<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="2990.9043" y1="-18.8838" x2="2990.9043" y2="-47.8687" gradientTransform="matrix(-2.9237 0 0 -2.4788 8813.1631 -20.3467)">
					<stop  offset="0" style="stop-color:#99DBF6"/>
					<stop  offset="1" style="stop-color:#00B2DE"/>
				</linearGradient>
				<path fill="url(#SVGID_2_)" d="M47.548,58.884l37.057-31.418c2.531-2.147,6.86-0.621,6.86,2.416c0,9.233,0,55.912,0,65.134
					c0,3.012-4.352,4.393-6.86,2.271L47.548,65.861C45.274,63.934,45.274,60.814,47.548,58.884z"/>
			</g>
			<g>
				
					<image overflow="visible" opacity="0.75" enable-background="new    " width="121" height="308" xlink:href="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==" transform="matrix(0.2274 0 0 0.2314 27.6187 27.7812)">
				</image>
				
					<linearGradient id="SVGID_3_" gradientUnits="userSpaceOnUse" x1="-3013.0957" y1="-6057.4375" x2="-3067.5322" y2="-6057.4375" gradientTransform="matrix(0 -1 -1 0 -6017.4951 -2978.3691)">
					<stop  offset="0" style="stop-color:#99DBF6"/>
					<stop  offset="1" style="stop-color:#00B2DE"/>
				</linearGradient>
				<path fill="url(#SVGID_3_)" d="M39.943,34.727c2.971,0,5.378,2.41,5.378,5.38v43.677c0,2.971-2.408,5.379-5.378,5.379l0,0
					c-2.97,0-5.38-2.408-5.38-5.379V40.107C34.563,37.137,36.973,34.727,39.943,34.727L39.943,34.727z"/>
			</g>
		</g>
	</g>
</g>
</svg>
